Page 142 - Modeling of Chemical Kinetics and Reactor Design
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112    Modeling of Chemical Kinetics and Reactor Design
























                                     Figure 3-2. Temperature dependency of the reaction rate.


                                High values of the activation energy E are examples of gas phase
                              reaction, which can only proceed at a high temperature (examples are
                              free radical reactions and combustion). Low values of E can be found
                              in enzymes, cellular and life related reactions, and reactions that occur
                              at room temperature.
                                Composition affects the rate of reaction by fitting a simple expres-
                              sion to the data as shown in Figure 3-3. The concentration dependent
                              term is found by guessing the rate equation, and seeing whether or
                              not it fits the data.
                                Boudart [1] expressed the many variables that have influenced
                              reaction rates as:

                                1. The rate of a chemical reaction depends on temperature, pressure,
                                   and composition of the system under investigation.
                                2. Certain species that do not appear in the stoichiometric equation
                                   for the reaction can affect the reaction rate even when they are
                                   present in only trace amounts.  These materials are known as
                                   catalysts or inhibitors, depending on whether they increase or
                                   decrease the reaction rate.
                                3. At a constant temperature, the rate of reaction decreases with
                                   time or extent of the reaction.
                                4. Reactions that occur in systems that are far removed from
                                   equilibrium give the rate expressions in the form:
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